What do I enjoy most about tutoring? 😁
I enjoy seeing students improve overtime and develop a love for learning. I also love how as tutors we can individualise lessons to suit each student. I am currently working with a student who did not enjoy learning but is receiving tutoring simply to help him pass. Over the last few months I have seen him start to take pride in his academic accomplishments . We have found a common interest of a love for soccer. Integrating soccer into his learning has been useful to help him to stay focused, interested and to enjoy learning.
My Strengths as Tutor 💪
I pride myself in being a patient, empathetic and committed tutor. I try my best to relate to students so that I can truly help them to the best of my ability. I seek to make the learning engaging and applicable to real life so students can see that what they are learning has significance. I am a passionate, enthusiastic learner myself and share these qualities in my lessons. I will always be there to provide assistance and encouragement to students but ultimately it is my goal to help them build good habits and become independent in the way they learn and problem solve.
Most important things I can do for a student 🏅
First and foremost it would be building a strong rapport with the student and gaining mutual trust and respect. This builds a foundation of confidence and comfort which optimises a students ability to learn and their attitude towards learning. Tutors should be adaptable and be able to target the teaching to each students unique way of learning. They should be able to help each student authentically understand the concept. It is important that tutors are committed because consistency is what fosters success and improvement.
Subjects Tutored 🎓
Exam Prep 📝
- Naplan tutoring
- WACE tutoring
Tutoring students in 👦 👧
- year 1
- year 2
- year 3
- year 4
- year 5
- year 6
- year 7
- year 8
- year 9
- year 10
- year 11
- year 12
Other maths tutors in Mosman Park and nearby
Recent Tutoring Comments:
Working out the angles/ solutions after having drawn out the question. Identifying the definition of a bearing.
Working out the angles/ solutions after having drawn out the question. Identifying the definition of a bearing.
Visualisation of the question.
Calculation of critical points from a function, like calculating the x, y intercepts, turning point of a parabola and whether it is a maximum/ minimum etc.
Calculation of critical points from a function, like calculating the x, y intercepts, turning point of a parabola and whether it is a maximum/ minimum etc.
Understanding the function of asymptotes and why they exist. Understanding which critical points to calculate when graphing a function but roughly mapping it out based on what you already know from the function.
Recognising when to use each different method of factorising quadratics. Identifying each different form after you factorise a quadratic and why its useful.
Recognising when to use each different method of factorising quadratics. Identifying each different form after you factorise a quadratic and why its useful.
Circle geometry, including working out angles based on circle laws and relationships between angles.